Finite Group Databasebeta

Groups of order 10236

18 groups of order 10236.

SmallGroupsgroup
(10236, 1)C3×C4×C853 #23779540
(10236, 2)Dic853⋊C3 #23779541
(10236, 3)C4×C853⋊C3 #23779542
(10236, 4)Dic3×C853 #23779543
(10236, 5)C3×Dic853 #23779544
(10236, 6)Dic2559 #23779545
(10236, 7)C22×C3×C853 #23779546
(10236, 8)#16811794⋊C3 #23779547
(10236, 9)C2×D853⋊C3 #23779548
(10236, 10)C3×#16811794 #23779549
(10236, 11)C3⋊#16811794 #23779550
(10236, 12)D3×D853 #23779551
(10236, 13)C22⋊(C853⋊C3) #23779552
(10236, 14)A4×C853 #23779553
(10236, 15)C22×C853⋊C3 #23779554
(10236, 16)C2×D2559 #23779555
(10236, 17)C2×D3×C853 #23779556
(10236, 18)C2×C3×D853 #23779557

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